/**************************************************************************
 *               warps.cpp
 *
 * This module implements functions that warp or modify the point at which
 * a texture pattern is evaluated.
 *
 * from Persistence of Vision(tm) Ray Tracer version 3.6.
 * Copyright 1991-2003 Persistence of Vision Team
 * Copyright 2003-2004 Persistence of Vision Raytracer Pty. Ltd.
 *---------------------------------------------------------------------------
 * NOTICE: This source code file is provided so that users may experiment
 * with enhancements to POV-Ray and to port the software to platforms other
 * than those supported by the POV-Ray developers. There are strict rules
 * regarding how you are permitted to use this file. These rules are contained
 * in the distribution and derivative versions licenses which should have been
 * provided with this file.
 *
 * These licences may be found online, linked from the end-user license
 * agreement that is located at http://www.povray.org/povlegal.html
 *---------------------------------------------------------------------------
 * This program is based on the popular DKB raytracer version 2.12.
 * DKBTrace was originally written by David K. Buck.
 * DKBTrace Ver 2.0-2.12 were written by David K. Buck & Aaron A. Collins.
 *---------------------------------------------------------------------------
 * $File: //depot/povray/3.6-release/source/warps.cpp $
 * $Revision: #2 $
 * $Change: 2939 $
 * $DateTime: 2004/07/05 03:43:26 $
 * $Author: root $
 * $Log$
 *****************************************************************************/

#include "frame.h"
#include "vector.h"
#include "povproto.h"
#include "matrices.h"
#include "warps.h"
#include "pattern.h"
#include "texture.h"

BEGIN_POV_NAMESPACE

/*****************************************************************************
* Local preprocessor defines
******************************************************************************/

const DBL COORDINATE_LIMIT = 1.0e17;


/*****************************************************************************
* Static functions
******************************************************************************/
static int warp_cylindrical(VECTOR TPoint, CYLW *Warp);
static int warp_spherical(VECTOR TPoint, SPHEREW *Warp);
static int warp_toroidal(VECTOR TPoint,  TOROIDAL *Warp);
static int warp_planar(VECTOR TPoint,  PLANARW *Warp);



/*****************************************************************************
*
* FUNCTION
*
*   Warp_EPoint
*
* INPUT
*
*   EPoint -- The original point in 3d space at which a pattern
*   is evaluated.
*   TPat   -- Texture pattern struct
*   
* OUTPUT
*
*   TPoint -- Point after turbulence and transform
*   have been applied
*   
* RETURNS
*   
* AUTHOR
*
*   POV-Ray Team
*   
* DESCRIPTION
*
* CHANGES
*
******************************************************************************/

void Warp_EPoint (VECTOR TPoint, VECTOR EPoint, TPATTERN *TPat)
{
   VECTOR PTurbulence,RP;
   int Axis,i,temp_rand;
   int blockX = 0, blockY = 0, blockZ = 0 ;
   SNGL BlkNum;
   DBL  Length;
   DBL  Strength;
   WARP *Warp=TPat->Warps;
   TURB *Turb;
   TRANS *Tr;
   REPEAT *Repeat;
   BLACK_HOLE *Black_Hole;
   VECTOR Delta, Center;

   Assign_Vector(TPoint, EPoint);

   while (Warp != NULL)
   {
      switch(Warp->Warp_Type)
      {
        case CLASSIC_TURB_WARP:
          if ((TPat->Type == MARBLE_PATTERN) ||
              (TPat->Type == NO_PATTERN)     ||
              (TPat->Type == WOOD_PATTERN))
          {
             break;
          }
        /* If not a special type, fall through to next case */

        case EXTRA_TURB_WARP:
          Turb=(TURB *)Warp;
          DTurbulence (PTurbulence, TPoint, Turb);
          TPoint[X] += PTurbulence[X] * Turb->Turbulence[X];
          TPoint[Y] += PTurbulence[Y] * Turb->Turbulence[Y];
          TPoint[Z] += PTurbulence[Z] * Turb->Turbulence[Z];
          break;

        case NO_WARP:
          break;

        case TRANSFORM_WARP:
          Tr=(TRANS *)Warp;
          MInvTransPoint(TPoint, TPoint, &(Tr->Trans));
          break;

        case REPEAT_WARP:
          Repeat=(REPEAT *)Warp;
          Assign_Vector(RP,TPoint);
          Axis=Repeat->Axis;
          BlkNum=(SNGL)floor(TPoint[Axis]/Repeat->Width);
          
          RP[Axis]=TPoint[Axis]-BlkNum*Repeat->Width;
          
          if (((int)BlkNum) & 1)
          {          
             VEvaluateEq(RP,Repeat->Flip);
             if ( Repeat->Flip[Axis] < 0 ) 
             {
                RP[Axis] = Repeat->Width+RP[Axis];
             }
          }

          VAddScaledEq(RP,BlkNum,Repeat->Offset);
          Assign_Vector(TPoint,RP);
          break;

        case BLACK_HOLE_WARP:
          Black_Hole = (BLACK_HOLE *) Warp ;
          Assign_Vector (Center, Black_Hole->Center) ;

          if (Black_Hole->Repeat)
          {
            /* first, get the block number we're in for each dimension  */
            /* block numbers are (currently) calculated relative to 0   */
            /* we use floor () since it correctly returns -1 for the
               first block below 0 in each axis                         */
            /* one final point - we could run into overflow problems if
               the repeat vector was small and the scene very large.    */
            if (Black_Hole->Repeat_Vector [X] >= Small_Tolerance)
              blockX = (int) floor (TPoint [X] / Black_Hole->Repeat_Vector [X]) ;

            if (Black_Hole->Repeat_Vector [Y] >= Small_Tolerance)
              blockY = (int) floor (TPoint [Y] / Black_Hole->Repeat_Vector [Y]) ;

            if (Black_Hole->Repeat_Vector [Z] >= Small_Tolerance)
              blockZ = (int) floor (TPoint [Z] / Black_Hole->Repeat_Vector [Z]) ;

            if (Black_Hole->Uncertain)
            {
              /* if the position is uncertain calculate the new one first */
              /* this will allow the same numbers to be returned by frand */
              
              temp_rand = POV_GET_OLD_RAND(); /*protect seed*/
  
              POV_SRAND (Hash3d (blockX, blockY, blockZ)) ;
              Center [X] += FRAND () * Black_Hole->Uncertainty_Vector [X] ;
              Center [Y] += FRAND () * Black_Hole->Uncertainty_Vector [Y] ;
              Center [Z] += FRAND () * Black_Hole->Uncertainty_Vector [Z] ;
              POV_SRAND (temp_rand) ;  /*restore*/
            }

            Center [X] += Black_Hole->Repeat_Vector [X] * blockX ;
            Center [Y] += Black_Hole->Repeat_Vector [Y] * blockY ;
            Center [Z] += Black_Hole->Repeat_Vector [Z] * blockZ ;
          }

          VSub (Delta, TPoint, Center) ;
          VLength (Length, Delta) ;

          /* Length is the distance from the centre of the black hole */
          if (Length >= Black_Hole->Radius) break ;

          if (Black_Hole->Type == 0)
          {
            /* now convert the length to a proportion (0 to 1) that the point
               is from the edge of the black hole. a point on the perimeter
               of the black hole will be 0.0 ; a point at the centre will be
               1.0 ; a point exactly halfway will be 0.5, and so forth. */
            Length = (Black_Hole->Radius - Length) / Black_Hole->Radius ;

            /* Strength is the magnitude of the transformation effect. firstly,
               apply the Power variable to Length. this is meant to provide a
               means of controlling how fast the power of the Black Hole falls
               off from its centre. if Power is 2.0, then the effect is inverse
               square. increasing power will cause the Black Hole to be a lot
               weaker in its effect towards its perimeter. 
               
               finally we multiply Strength with the Black Hole's Strength
               variable. if the resultant value exceeds 1.0 we clip it to 1.0.
               this means a point will never be transformed by more than its
               original distance from the centre. the result of this clipping
               is that you will have an 'exclusion' area near the centre of
               the black hole where all points whose final value exceeded or
               equalled 1.0 were moved by a fixed amount. this only happens
               if the Strength value of the Black Hole was greater than one. */

            Strength = pow (Length, Black_Hole->Power) * Black_Hole->Strength ;
            if (Strength > 1.0) Strength = 1.0 ;
            
            /* if the Black Hole is inverted, it gives the impression of 'push-
               ing' the pattern away from its centre. otherwise it sucks. */
            VScaleEq (Delta, Black_Hole->Inverted ? -Strength : Strength) ;

            /* add the scaled Delta to the input point to end up with TPoint. */
            VAddEq (TPoint, Delta) ;
          }
          break;
          
        /* 10/23/1998 Talious added SPherical Cylindrical and toroidal
        warps */

        case CYLINDRICAL_WARP:
          warp_cylindrical(TPoint, (CYLW *)Warp);
          break;

        case PLANAR_WARP:
          warp_planar(TPoint, (PLANARW *)Warp);
          break;
      
        case SPHERICAL_WARP:
          warp_spherical(TPoint, (SPHEREW *)Warp);
          break;

        case TOROIDAL_WARP:
          warp_toroidal(TPoint, (TOROIDAL *) Warp);
          break;
          
        default:
          Error("Warp type %d not yet implemented",Warp->Warp_Type);
      }
      Warp=Warp->Next_Warp;
   }

   for (i=X; i<=Z; i++)
     if (TPoint[i] > COORDINATE_LIMIT)
       TPoint[i]= COORDINATE_LIMIT;
     else
       if (TPoint[i] < -COORDINATE_LIMIT)
         TPoint[i] = -COORDINATE_LIMIT;

}

void Warp_Normal (VECTOR TNorm, VECTOR ENorm, TPATTERN *TPat, int DontScaleBumps)
{
   WARP *Warp=TPat->Warps;
   TRANS *Tr;

   if(!DontScaleBumps)
      VNormalize(TNorm,ENorm);
   else
      Assign_Vector(TNorm,ENorm);

   while(Warp != NULL)
   {
      switch(Warp->Warp_Type)
      {
        default:
        case NO_WARP:
          break;
        case TRANSFORM_WARP:
          Tr=(TRANS *)Warp;
          MInvTransNormal(TNorm, TNorm, &(Tr->Trans));
          break;
        /*
        default:
          Error("Warp type %d not yet implemented",Warp->Warp_Type);
        */
      }
      Warp=Warp->Next_Warp;
   }

   if(!DontScaleBumps)
      VNormalizeEq(TNorm);
}

void UnWarp_Normal (VECTOR TNorm, VECTOR ENorm, TPATTERN *TPat, int DontScaleBumps)
{
	WARP *Warp = NULL;

	if(!DontScaleBumps)
		VNormalize(TNorm,ENorm);
	else
		Assign_Vector(TNorm,ENorm);

	if(TPat->Warps != NULL)
	{
		// go to the last entry
		for(Warp = TPat->Warps; Warp->Next_Warp != NULL; Warp = Warp->Next_Warp) ;

		// walk backwards from the last entry
		for(; Warp != NULL; Warp = Warp->Prev_Warp)
		{
			if(Warp->Warp_Type == TRANSFORM_WARP)
				MTransNormal(TNorm, TNorm, &(((TRANS *)Warp)->Trans));
		}
	}

	if(!DontScaleBumps)
		VNormalizeEq(TNorm);
}

/*****************************************************************************
*
* FUNCTION
*    warp_planar
*
* INPUT
*    
* OUTPUT
*
* RETURNS
*
* AUTHOR  Matthew Corey Brown (talious)
*
* DESCRIPTION
*    Based on cylindrical_image_map from image.c
*    Its a 3d version of that for warps
*
* CHANGES
*
******************************************************************************/

static int warp_planar(VECTOR EPoint, PLANARW *Warp)
{
	DBL x = EPoint[X];
	DBL z = Warp->OffSet;
	DBL y = EPoint[Y];

	if((Warp->Orientation_Vector[X] == 0.0) &&
	   (Warp->Orientation_Vector[Y] == 0.0) &&
	   (Warp->Orientation_Vector[Z] == 1.0))
	{
		EPoint[X] = x;
		EPoint[Y] = y;
		EPoint[Z] = z;
	}
	else
	{
		EPoint[X] = (Warp->Orientation_Vector[X] * z) + 
		            (Warp->Orientation_Vector[Y] * x) +
		            (Warp->Orientation_Vector[Z] * x);
		EPoint[Y] = (Warp->Orientation_Vector[X] * y) + 
		            (Warp->Orientation_Vector[Y] * -z) +
		            (Warp->Orientation_Vector[Z] * y);
		EPoint[Z] = (Warp->Orientation_Vector[X] * -x) + 
		            (Warp->Orientation_Vector[Y] * y) +
		            (Warp->Orientation_Vector[Z] * z);
	}

	return 1;
}


/*****************************************************************************
*
* FUNCTION
*    warp_cylindrical
*
* INPUT
*    
* OUTPUT
*
* RETURNS
*
* AUTHOR  Matthew Corey Brown (talious)
*
* DESCRIPTION
*    Based on cylindrical_image_map from image.c
*    Its a 3d version of that for warps
*
* CHANGES
*
******************************************************************************/

static int warp_cylindrical(VECTOR EPoint, CYLW *Warp)
{
	DBL len, theta;
	DBL x = EPoint[X];
	DBL y = EPoint[Y];
	DBL z = EPoint[Z];

	// Determine its angle from the point (1, 0, 0) in the x-z plane.
	len = sqrt(x * x + z * z);

	if(len == 0.0)
		return 0;
	else
	{
		if(z == 0.0)
		{
			if(x > 0)
				theta = 0.0;
			else
				theta = M_PI;
		}
		else
		{
			theta = acos(x / len);
			if(z < 0.0)
				theta = TWO_M_PI - theta;
		}

		theta /= TWO_M_PI;  // This will be from 0 to 1
	}

	if(Warp->DistExp == 1.0)
		theta *= len;
	else if (Warp->DistExp != 0.0)
		theta *= pow(len,Warp->DistExp);

	x = theta;
	z = len;

	if((Warp->Orientation_Vector[X] == 0.0) &&
	   (Warp->Orientation_Vector[Y] == 0.0) &&
	   (Warp->Orientation_Vector[Z] == 1.0))
	{
		EPoint[X] = x;
		EPoint[Y] = y;
		EPoint[Z] = z;
	}
	else 
	{
		EPoint[X] = (Warp->Orientation_Vector[X] * z) + 
		            (Warp->Orientation_Vector[Y] * x) +
		            (Warp->Orientation_Vector[Z] * x);
		EPoint[Y] = (Warp->Orientation_Vector[X] * y) + 
		            (Warp->Orientation_Vector[Y] * -z) +
		            (Warp->Orientation_Vector[Z] * y);
		EPoint[Z] = (Warp->Orientation_Vector[X] * -x) + 
		            (Warp->Orientation_Vector[Y] * y) +
		            (Warp->Orientation_Vector[Z] * z);
	}

	return 1;
}

/*****************************************************************************
*
* FUNCTION
*        warp_toroidal(VECTOR EPoint, TOROIDAL *Warp)
*
* INPUT
*
* OUTPUT
*
* RETURNS
*
* AUTHOR   Matthew Corey Brown (Talious)
*
*
* DESCRIPTION
* Warps a point on a torus centered on orgin to a 2 d plane in space
* based on torus_image_map
*
* CHANGES
*
******************************************************************************/

static int warp_toroidal(VECTOR EPoint, TOROIDAL *Warp)
{
	DBL len, phi, theta;
	DBL r0;
	DBL x = EPoint[X];
	DBL y = EPoint[Y];
	DBL z = EPoint[Z];

	r0 = Warp->MajorRadius;

	// Determine its angle from the x-axis.

	len = sqrt(x * x + z * z);

	if(len == 0.0)
		return 0;
	else
	{
		if(z == 0.0)
		{
			if(x > 0)
				theta = 0.0;
			else
				theta = M_PI;
		}
		else
		{
			theta = acos(x / len);
			if(z < 0.0)
				theta = TWO_M_PI - theta;
		}
	}

	theta = 0.0 - theta;

	// Now rotate about the y-axis to get the point (x, y, z) into the x-y plane. 

	x = len - r0;
	len = sqrt(x * x + y * y);
	phi = acos(-x / len);
	if (y > 0.0)
		phi = TWO_M_PI - phi;

	// Determine the parametric coordinates.

	theta /= (-TWO_M_PI);

	phi /= TWO_M_PI;

	if (Warp->DistExp == 1.0)
	{
		theta *= len;
		phi *= len;
	}
	else if (Warp->DistExp != 0.0)
	{
		theta *= pow(len,Warp->DistExp);
		phi *= pow(len,Warp->DistExp);
	}

	x = theta;
	z = len;
	y = phi;

	if((Warp->Orientation_Vector[X] == 0.0) &&
	   (Warp->Orientation_Vector[Y] == 0.0) &&
	   (Warp->Orientation_Vector[Z] == 1.0))
	{
		EPoint[X] = x;
		EPoint[Y] = y;
		EPoint[Z] = z;
	}
	else
	{
		EPoint[X] = (Warp->Orientation_Vector[X] * z) + 
		            (Warp->Orientation_Vector[Y] * x) +
		            (Warp->Orientation_Vector[Z] * x);
		EPoint[Y] = (Warp->Orientation_Vector[X] * y) + 
		            (Warp->Orientation_Vector[Y] * -z) +
		            (Warp->Orientation_Vector[Z] * y);
		EPoint[Z] = (Warp->Orientation_Vector[X] * -x) + 
		            (Warp->Orientation_Vector[Y] * y) +
		            (Warp->Orientation_Vector[Z] * z);
	}

	return 1;
}

/*****************************************************************************
*
* FUNCTION 
*    warp_spherical
*
* INPUT
*
* OUTPUT
*
* RETURNS
*
* AUTHOR   Matthew Corey Brown (Talious)
*
*
* DESCRIPTION
* Warps a point on a sphere centered on orgin to a 2 d plane in space
* based on spherical_image_map
*
* CHANGES
*
******************************************************************************/
static int warp_spherical(VECTOR EPoint, SPHEREW *Warp)
{
	DBL len, phi, theta,dist;
	DBL x = EPoint[X];
	DBL y = EPoint[Y];
	DBL z = EPoint[Z];

	// Make sure this vector is on the unit sphere.

	dist = sqrt(x * x + y * y + z * z);

	if(dist == 0.0)
		return 0;
	else
	{
		x /= dist;
		y /= dist;
		z /= dist;
	}

	// Determine its angle from the x-z plane.
	phi = 0.5 + asin(y) / M_PI; // This will be from 0 to 1

	// Determine its angle from the point (1, 0, 0) in the x-z plane.
	len = sqrt(x * x + z * z);
	if(len == 0.0)
	{
		// This point is at one of the poles. Any value of xcoord will be ok...
		theta = 0;
	}
	else
	{
		if(z == 0.0)
		{
			if(x > 0)
				theta = 0.0;
			else
				theta = M_PI;
		}
		else
		{
			theta = acos(x / len);
			if (z < 0.0)
				theta = TWO_M_PI - theta;
		}
		theta /= TWO_M_PI;  /* This will be from 0 to 1 */
	}

	if(Warp->DistExp == 1.0)
	{
		theta *= dist;
		phi *= dist;
	}
	else if(Warp->DistExp != 0.0)
	{
		theta *= pow(dist,Warp->DistExp);
		phi *= pow(dist,Warp->DistExp);
	}

	x = theta;
	z = dist;
	y = phi;

	if((Warp->Orientation_Vector[X] == 0.0) &&
	   (Warp->Orientation_Vector[Y] == 0.0) &&
	   (Warp->Orientation_Vector[Z] == 1.0))
	{
		EPoint[X] = x;
		EPoint[Y] = y;
		EPoint[Z] = z;
	}
	else
	{
		EPoint[X] = (Warp->Orientation_Vector[X] * z) + 
		            (Warp->Orientation_Vector[Y] * x) +
		            (Warp->Orientation_Vector[Z] * x);
		EPoint[Y] = (Warp->Orientation_Vector[X] * y) + 
		            (Warp->Orientation_Vector[Y] * -z) +
		            (Warp->Orientation_Vector[Z] * y);
		EPoint[Z] = (Warp->Orientation_Vector[X] * -x) + 
		            (Warp->Orientation_Vector[Y] * y) +
		            (Warp->Orientation_Vector[Z] * z);
	}

	return 1;
}

/*****************************************************************************
*
* FUNCTION
*
* INPUT
*   
* OUTPUT
*   
* RETURNS
*   
* AUTHOR
*   
* DESCRIPTION
*
* CHANGES
*
******************************************************************************/

WARP *Create_Warp (int Warp_Type)
{
 WARP *New;
 TURB *TNew;
 REPEAT *RNew;
 TRANS *TRNew;
 BLACK_HOLE *BNew;
 TOROIDAL *TorNew;
 SPHEREW *SNew;
 CYLW *CNew;
 PLANARW *PNew;
   
 New = NULL;

 switch (Warp_Type)
 {
   case CLASSIC_TURB_WARP:
   case EXTRA_TURB_WARP:
     
     TNew = (TURB *)POV_MALLOC(sizeof(TURB),"turbulence struct");

     Make_Vector(TNew->Turbulence,0.0,0.0,0.0);

     TNew->Octaves = 6;
     TNew->Omega = 0.5;
     TNew->Lambda = 2.0;

     New = (WARP *)TNew;

     break;
     
   case REPEAT_WARP:

     RNew = (REPEAT *)POV_MALLOC(sizeof(REPEAT),"repeat warp");

     RNew->Axis = -1;
     RNew->Width = 0.0;

     Make_Vector(RNew->Offset,0.0,0.0,0.0);
     Make_Vector(RNew->Flip,1.0,1.0,1.0);

     New = (WARP *)RNew;

     break;

   case BLACK_HOLE_WARP:
     BNew = (BLACK_HOLE *)POV_MALLOC (sizeof (BLACK_HOLE), "black hole warp") ;
     Make_Vector (BNew->Center, 0.0, 0.0, 0.0) ;
     Make_Vector (BNew->Repeat_Vector, 0.0, 0.0, 0.0) ;
     Make_Vector (BNew->Uncertainty_Vector, 0.0, 0.0, 0.0) ;
     BNew->Strength = 1.0 ;
     BNew->Power = 2.0 ;
     BNew->Radius = 1.0 ;
     BNew->Radius_Squared = 1.0 ;
     BNew->Inverse_Radius = 1.0 ;
     BNew->Inverted = false ;
     BNew->Type = 0 ;
     BNew->Repeat = false ;
     BNew->Uncertain = false ;
     New = (WARP *) BNew ;
     break ;

   case TRANSFORM_WARP:

     TRNew = (TRANS *)POV_MALLOC(sizeof(TRANS),"pattern transform");

     MIdentity (TRNew->Trans.matrix);
     MIdentity (TRNew->Trans.inverse);

     New = (WARP *)TRNew;

     break;

   case SPHERICAL_WARP:
     SNew = (SPHEREW *)POV_MALLOC(sizeof(SPHEREW),"cylindrical warp");
     Make_Vector (SNew->Orientation_Vector, 0.0, 0.0, 1.0) ;
     SNew->DistExp = 0.0;
     New = (WARP *)SNew;
     break;

   case PLANAR_WARP:
     PNew = (PLANARW *)POV_MALLOC(sizeof(PLANARW),"planar warp");
     Make_Vector (PNew->Orientation_Vector, 0.0, 0.0, 1.0) ;
     PNew->OffSet = 0.0;
     New = (WARP *)PNew;
     break;

   case CYLINDRICAL_WARP:
     CNew = (CYLW *)POV_MALLOC(sizeof(CYLW),"cylindrical warp");
     Make_Vector (CNew->Orientation_Vector, 0.0, 0.0, 1.0) ;
     CNew->DistExp = 0.0;
     New = (WARP *)CNew;
     break;

   case TOROIDAL_WARP:
     TorNew = (TOROIDAL *)POV_MALLOC(sizeof(TOROIDAL),"toroidal warp");
     TorNew->MajorRadius = 1.0 ;
     TorNew->DistExp = 0.0;
     Make_Vector (TorNew->Orientation_Vector, 0.0, 0.0, 1.0) ;
     New = (WARP *) TorNew;
     break;

   default:
     Error("Unknown Warp type %d.",Warp_Type);
  }
  
  New->Warp_Type = Warp_Type;
  New->Prev_Warp = NULL;
  New->Next_Warp = NULL;
  
  return(New);
}



/*****************************************************************************
*
* FUNCTION
*
* INPUT
*   
* OUTPUT
*   
* RETURNS
*   
* AUTHOR
*   
* DESCRIPTION
*
* CHANGES
*
******************************************************************************/

void Destroy_Warps (WARP *Warps)
{
 WARP *Temp1 = Warps;
 WARP *Temp2;

 while (Temp1!=NULL)
 {
   Temp2 = Temp1->Next_Warp;

   POV_FREE(Temp1);
   
   Temp1 = Temp2;
 }
}



/*****************************************************************************
*
* FUNCTION
*
* INPUT
*   
* OUTPUT
*   
* RETURNS
*   
* AUTHOR
*   
* DESCRIPTION
*
* CHANGES
*
******************************************************************************/

WARP *Copy_Warps (WARP *Old)
{
  WARP *New;

  if (Old != NULL)
  {
    New=Create_Warp(Old->Warp_Type);

    switch (Old->Warp_Type)
    {
       case CYLINDRICAL_WARP:
         POV_MEMCPY(New,Old,sizeof(CYLW));
         break;
     
       case PLANAR_WARP:
         POV_MEMCPY(New,Old,sizeof(PLANARW));
         break;
     
       case SPHERICAL_WARP:
         POV_MEMCPY(New,Old,sizeof(SPHEREW));
         break;
     
       case TOROIDAL_WARP:
         POV_MEMCPY(New,Old,sizeof(TOROIDAL));
         break;

       case CLASSIC_TURB_WARP:
       case EXTRA_TURB_WARP:
         POV_MEMCPY(New,Old,sizeof(TURB));
         break;
     
       case REPEAT_WARP:
         POV_MEMCPY(New,Old,sizeof(REPEAT));
         break;
     
       case BLACK_HOLE_WARP:
         POV_MEMCPY(New,Old,sizeof(BLACK_HOLE));
         break;
     
       case TRANSFORM_WARP:
         POV_MEMCPY(New,Old,sizeof(TRANS));
         break;
    }
    New->Next_Warp = Copy_Warps(Old->Next_Warp);
    if(New->Next_Warp != NULL)
       New->Next_Warp->Prev_Warp = New;
  }
  else
  {
    New = NULL;
  }
  return(New);
}

END_POV_NAMESPACE
